Pages that link to "Item:Q4362205"
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The following pages link to A new optimal shape design procedure for inviscid and viscous turbulent flows (Q4362205):
Displaying 22 items.
- Regularization of shape optimization problems using FE-based parametrization (Q381969) (← links)
- Numerical sensitivity analysis for aerodynamic optimization: a survey of approaches (Q435547) (← links)
- AESOP -- a numerical platform for aerodynamic shape optimization (Q622599) (← links)
- Adjoint-based aerodynamic shape optimization on unstructured meshes (Q886021) (← links)
- A study of design velocity field computation for shape optimal design (Q1328685) (← links)
- Incomplete sensitivities for the design of minimal dispersion fluidic channels. (Q1424436) (← links)
- Fast convergence of inviscid fluid dynamic design problems. (Q1871598) (← links)
- Finding the optimal shape of the leading-and-trailing car of a high-speed train using design-by-morphing (Q1990833) (← links)
- Optimization of the shape of a hydrokinetic turbine's draft tube and hub assembly using design-by-morphing with Bayesian optimization (Q2096884) (← links)
- An adaptive geometry parametrization for aerodynamic shape optimization (Q2254180) (← links)
- 3-D Aerodynamic Shape Design Using Hessians Based on Incomplete Sensitivities (Q2744219) (← links)
- Simulation and design of extraction and separation fluidic devices (Q2781500) (← links)
- Optimal shape design in three-dimensional Brinkman flow using asymptotic analysis techniques (Q2977501) (← links)
- Mesh adaption and automatic differentiation in a CAD-free framework for optimal shape design (Q4247991) (← links)
- New technologies for advanced three-dimensional optimum shape design in aeronautics (Q4247995) (← links)
- Shape Optimization for 3D Turbulent Flows Using Automatic Differentiation (Q4248827) (← links)
- From Inviscid to Viscous Aerodynamical Global Optimal Shape's Design (Q4582488) (← links)
- Automated design methodology of turbulent internal flow using discrete adjoint formulation (Q4929538) (← links)
- Shape optimisation problem for stability of Navier–Stokes flow field (Q5031485) (← links)
- An adjoint‐based design methodology for CFD problems (Q5700357) (← links)
- Optimal shape design for a time-dependent Brinkman flow using asymptotic analysis techniques (Q6161342) (← links)
- Optimal error estimates of the discrete shape gradients for shape optimizations governed by the Stokes-Brinkman equations (Q6169240) (← links)
